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We study multipoint correlators of protected scalars on the Maldacena-Wilsonline in $\mathcal{N}=4$ SYM. Working at weak coupling in the planar limit, wederive an explicit recursion relation that captures next-to-leading ordercorrelators with an arbitrary number of insertions of the fundamental scalarfield. By pinching fundamental scalars together, we can build compositeprotected operators with higher values of the R-charge. Our result thenencompasses arbitrary $n$-point correlators of protected operators witharbitrary weight. As a demonstration of our method, we give explicit formulaefor correlators with up to six points. Using these results we observe that allour correlators are annihilated by a special class of differential operators.We conjecture that these differential operators are non-perturbativeconstraints and can be considered a multipoint extension of the superconformalWard identities satisfied by four-point functions.

Multipoint correlators on the supersymmetric Wilson line defect CFT